Add the following vectors. Find the size (magnitude) of the resultant vector. Determine the angle from the resultant vector counterclockwise to the right side x-axis.
Add a vector 8 units due south and a vector 6 units due east.
Show your answer on a graph.
both vectors are perpendicular to each other so
magnitude = sqrt(6^2 + 8^2) = 10 units
direction = tan^-1 ( 8/6) = 53.13o
direction counterclockwise of x-axis = 360 - 53.13 = 306.87o
Add the following vectors. Find the size (magnitude) of the resultant vector. Determine the angle from...
Add the following vectors. Find the size (magnitude) of the resultant vector. Determine the angle from the resultant vector counterclockwise to the right side x-axis. Add a vector 6 units due east and a vector 8 units due south. Show your work on a graph.
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Vector Addition – add the following 3 vectors (find the resultant vector – magnitude and orientation) F1 = 85 N, 60º above the horizontal F2 = 180 N, 35º below the horizontal F3 = 35 N, along the vertical (at 90º) Please explain how you got your answer.
Vector Addition – add the following 3 vectors (find the resultant vector – magnitude and orientation) F1 = 85 N, 60º above the horizontal F2 = 180 N, 35º below the horizontal F3 = 35 N, along the vertical (at 90º)
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